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Steering a solute between coexisting solvation states: Revisiting nonequilibrium work relations and the calculation of free energy differences

机译:在共存解决方案之间转向溶质状态:重新审视非核状工作关系和自由能差的计算

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By analogy with single-molecule pulling experiments, we present a computational framework to obtain free energy differences between complex solvation states. To illustrate our approach, we focus on the calculation of solvation free energies (SFEs). However, the method can be readily extended to cases involving more complex solutes and solvation conditions as well as to the calculation of binding free energies. The main idea is to drag the solute across the simulation box where atomistic and ideal gas representations of the solvent coexist at constant temperature and chemical potential. At finite pulling speeds, the resulting work allows one to extract SFEs via nonequilibrium relations, whereas at infinitely slow pulling speeds, this process becomes equivalent to the thermodynamic integration method. Results for small molecules well agree with literature data and pave the way to systematic studies of arbitrarily large and complex molecules. (C) 2019 Author(s).
机译:通过对单分子拉动实验进行类比,我们提出了一种计算框架,以获得复杂溶剂化状态之间的自由能差。 为了说明我们的方法,我们专注于计算溶剂化自由能量(SFES)。 然而,该方法可以很容易地扩展到涉及更复杂的溶质和溶剂化条件的情况以及结合无粘合能的情况。 主要思想是将溶质拖动仿真盒,其中溶剂共存的原子和理想的气体表示在恒定温度和化学潜力。 在有限的拉速下,所得到的工作允许通过非Quibibribrium关系提取SFE,而在无限慢速拉速下,该过程变得相当于热力学积分方法。 对于小分子的结果很好地与文献数据同意,并铺平了对任意大和复杂分子的系统研究。 (c)2019年作者。

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